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A Group Decision-Making Methodology with Incomplete Individual Beliefs Applied to e-Democracy

机译:具有不完整个人信念的群体决策方法应用于电子民主

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We consider the situation where there are several alternatives for investing a quantity of money to achieve a set of objectives. The choice of which alternative to apply depends on how citizens and political representatives perceive that such objectives should be achieved. All citizens with the right to vote can express their preferences in the decision-making process. These preferences may be incomplete. Political representatives represent the citizens who have not taken part in the decision-making process. The weight corresponding to political representatives depends on the number of citizens that have intervened in the decision-making process. The methodology we propose needs the participants to specify for each alternative how they rate the different attributes and the relative importance of attributes. On the basis of this information an expected utility interval is output for each alternative. To do this, an evidential reasoning approach is applied. This approach improves the insightfulness and rationality of the decision-making process using a belief decision matrix for problem modeling and the Dempster-Shafer theory of evidence for attribute aggregation. Finally, we propose using the distances of each expected utility interval from the maximum and the minimum utilities to rank the alternative set. The basic idea is that an alternative is ranked first if its distance to the maximum utility is the smallest, and its distance to the minimum utility is the greatest. If only one of these conditions is satisfied, a distance ratio is then used.
机译:我们考虑这样一种情况:为实现一系列目标而投入大量资金可以有多种选择。选择哪种替代方案取决于公民和政治代表对实现这些目标的看法。所有具有投票权的公民都可以在决策过程中表达自己的偏好。这些首选项可能不完整。政治代表代表未参与决策过程的公民。政治代表的权重取决于干预决策过程的公民人数。我们提出的方法需要参与者为每个替代方案指定他们如何评价不同属性和属性的相对重要性。基于该信息,为每个替代方案输出预期的效用间隔。为此,采用了证据推理方法。这种方法使用信念决策矩阵进行问题建模,并使用Dempster-Shafer证据理论进行属性汇总,从而提高了决策过程的洞察力和合理性。最后,我们建议使用每个期望效用区间与最大效用和最小效用的距离来对备选集进行排名。基本思想是,如果替代方案与最大效用的距离最小,而其与最小效用的距离最大,则其排名第一。如果仅满足这些条件之一,则使用距离比。

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